Answer:
1. Direct Materials = 987,000 units , Direct Labor = 912,200 units
2.Direct Materials = $1.50 , Direct Labor = $3.50
3.
<u>Units Completed and Transferred Costs</u>
Direct Materials = $ 1,200,000
Direct Labor = $ 2,800,000
<u>Ending goods in process inventory cost</u>
Direct Materials = $ 280,500
Direct Labor = $ 392,700
Explanation:
<em>First step is to determine the equivalent units of production with respect to direct labor and direct materials</em>
<u>Direct Materials</u>
Note : Materials are added at beginning of the process hence, they are 100 % complete for both units categories
Units Completed and Transferred (800,000 × 100%) = 800,000
Units of Ending Work In Process (187,000 × 100%) = 187,000
Equivalent units of production = 987,000
<u>Direct Labor</u>
Note : Conversion costs are added evenly throughout the process, hence we need to establish units to the extent of work done.
Units Completed and Transferred (800,000 × 100%) = 800,000
Units of Ending Work In Process (187,000 × 60%) = 112,200
Equivalent units of production = 912,200
<em>The next step is to Calculate the Total Cost of Production with respect to direct labor and direct materials incurred during the period.</em>
<u>Direct Materials</u>
Cost in Opening Work In Process = $192,465
Cost added during the period = $1,288,035
Total Costs = $1,480,500
<u>Conversion</u>
Cost in Opening Work In Process = $159,635
Cost added during the period = $3,033,065
Total Costs = $3,192,700
<em>Then use the above data to calculate the cost per equivalent unit for direct labor and direct materials.</em>
<em>Cost per equivalent unit. = Total Cost / Total Equivalent units</em>
Direct Materials = $1,480,500 / 987,000 = $1.50
Direct Labor = $3,192,700 / 912,200 = $3.50
CONCLUSION :
<u>Units Completed and Transferred Costs</u>
Direct Materials = (800,000 × $1.50) = $ 1,200,000
Direct Labor = (800,000 × $3.50) = $ 2,800,000
<u>Ending goods in process inventory cost</u>
Direct Materials = (187,000 × $1.50) = $ 280,500
Direct Labor = (112,200 × $3.50) = $ 392,700